Chapter 6 - Time Value of Money Flashcards

1
Q

Future Value

A

The worth in the future of an amount invested today, or the worth in the future of a series of payments made over time

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2
Q

Present Value

A

the worth today of a future payment, or the worth today of a series of payments made over time

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3
Q

Future value is _____ to the Present value

A

discounted

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4
Q

Present value _____ to its Future value

A

grows

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5
Q

What a dollar invested today will be worth in the future depends on:

A

(1) length of the investment period; (2) method to calculate interest (simple/compound); (3) interest rate

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6
Q

2 types of methods to calculate interest

A

simple & compound

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7
Q

Simple interest

A

calculated only on the original principal each year

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8
Q

Compound interest

A

calculated on both the original principal and any accumulated interest earned up to that point

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9
Q

Future value implies the _____ method

A

compound

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10
Q

List equation: FV = ?

A

PV (1 + i) ^ n

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11
Q

Discounting

A

taking future values back to the present

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12
Q

Present Value Factor

A

reciprocal of the Future Value Factor –> 1 / (1+i) ^ n

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13
Q

Present Value = ____ x _____

A

Future value X Present Value Factor

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14
Q

Annuity

A

a series of equal payments made or received at regular time intervals (i.e. mortgage, auto insurance)

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15
Q

Ordinary annuity

A

a series of equal annuity payments made or received at the END of each period

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16
Q

Annuity Due

A

series of annuity payments made or received at the BEGINNING of each period

17
Q

Future value of an annuity

A

what an equal series of payments will be worth at some future date

18
Q

Future Value Factor of an Annuity (FVFA)

A

a factor that when multiplied by a stream of equal payments equals the future value of that stream

19
Q

Present value of an annuity

A

what the series of payments in the future is worth today

20
Q

Present Value Factor of an Annuity (PVFA)

A

a factor that when multiplied by a stream of equal payments equals the present value of that stream

21
Q

Perpetual annuity is also known as

A

Perpetuity

22
Q

Perpetual annuity

A

a stream of equal payments at regular intervals indefinitely, with no end date

23
Q

in perpetual annuities, the period is

A

infinite

24
Q

in perpetual annuities, the donation has ____ and the donor _____

A

indefinite life; demands that income from donation to be used for specific purpose

25
Q

List equation: Perpetuity $ = ?

A

Initial investment x interest rate

26
Q

perpetual annuities helps determine

A

the lowest interest rate at which you would need to invest a donation in order to generate a specific, predetermined level of income

27
Q

all calculations can be made using

A

tables or spreadsheets